Jan-Christian Hütter

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We study the long time behavior of the Wasserstein gradient flow for an energy functional consisting of two components: particles are attracted to a fixed profile ω by means of an interaction kernel ψa(z) = |z| qa , and they repel each other by means of another kernel ψr(z) = |z| qr. We focus on the case of one space dimension and assume that 1 ≤ qr ≤ qa ≤(More)
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